parametric study of seismic behaviour of multistorey
TRANSCRIPT
“PARAMETRIC STUDY OF SEISMIC BEHAVIOUR
OF MULTISTOREY BUILDING WITH L, PLUS AND
RECTANGULAR ARRANGEMENT OF SHEAR
WALLS”
Ravikant Vishwakarma, Rashmi Sakalle
P.G. Scholar, Department of civil engineering
Truba institute of engineering & information technology,
Bhopal India
Professor, Department of civil engineering
Truba institute of engineering & information technology,
Bhopal India
Abstract: Shear walls are one of the best ways to make multi-story reinforced concrete
buildings earthquake resistant. Shear walls are specially engineered concrete walls used
in buildings to withstand horizontal forces caused in the wall's plane by wind,
earthquakes, and other forces. Shear walls have a high in-plane stiffness and strength,
allowing them to withstand significant horizontal loads while still supporting gravity
loads. Because of the destructive effects of earthquakes in the last decade, it is now
necessary to consider earthquake effects when designing medium to high-rise buildings.
Before assessing the structural stability of a system, earthquake forces should be
considered. Shear walls can be very effective in resisting lateral loads caused by wind or
earthquakes when they are placed in advantageous locations in a house. The present
study is carried out to address better understanding and improved usage of shear wall
with different shapes and different location. In this project, various models of 11 storeyed
building in zone IV are analysed by changing locations of shear walls for determining
parameters like lateral displacement and storey drift. Different models have been drawn
by adopting different locations and configurations of shear walls. Linear static, linear
dynamic (response spectrum analysis) methods of analysis have been used following IS:
1893 (Part l)-2002. The seismic analysis of all the frame models has been done for
various load combinations according to IS: 1893 (Part-l)-2002 has been done by using
software STAADPRO V8i.
Keywords: Seismic Analysis, Shear Wall, Response Spectrum, Seismic Effect, Story Drift, Multi-
storey Building.
1. INTRODUCTION
Shear wall are one of the excellent means of providing earthquake resistance to multi
storeyed reinforced concrete building. In high-rise buildings, beam and column
dimensions are wide, and heavy reinforcement at beam-column joins is very heavy,
resulting in a lot of clogging at these joints, making it difficult to position and vibrate
concrete, which does not add to the buildings' protection. These functional issues
necessitate the use of shear walls in high-rise buildings. From the standpoint of economy
and control of horizontal displacement, a shear wall can become essential. During
earthquakes, the foundation is still weakened for several reasons. The distribution of
weight, stiffness, and strength in both horizontal and vertical planes of the system
determines how it behaves during earthquake motion. The Building uses reinforced
concrete shear walls to mitigate the effects of earthquakes. These can be used to improve
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a building's seismic response. The primary issue in structural architecture for seismic
loading is structural stability during major earthquakes. It is critical to ensure sufficient
lateral stiffness in tall buildings to resist lateral loads.
Reinforced concrete shear walls are used in building to resist lateral force due to wind and
earthquakes. They are usually provided between column lines, in stair wells, lift wells, in
shafts that house other utilities. Shear wall provide lateral load resisting by transferring
the wind or earthquake load to foundation. Besides, they impart lateral stiffness to the
system and also carry gravity loads. When shear wall are situated in advantageous
positions in the building, they can form an efficient lateral force resisting system. The
taller and more the slender a structure, the more important the structural factors become
and the more necessary it is to choose an appropriate structural form or the lateral loading
system for the building. In high rise buildings which are designed for a similar purpose
and of the same height and material, the efficiency of the structures can be compared by
their weight per unit floor area.
1.1Functions of shear wall
To withstand horizontal earthquake forces, shear walls must have
sufficient lateral strength. Shear walls will pass these horizontal forces
to the next feature in the load path below them if they are high enough.
Shear walls can have lateral stiffness to prevent undue side sway in the
roof or floor above.
Shear walls that are sufficiently stiff will prohibit floor and roof
framing members from shifting off their supports. Non structural loss is
normally less in structures that are sufficiently stiff.
Shear walls give buildings a lot of strength and stiffness in the
direction of their orientation, which decreases lateral sway
dramatically. As a result, damage to the building and its contents is
reduced. the details Shear walls hold a lot of lateral force.earthquake
powers, and the consequences of overturning on them are very big.
1.2Objectives of present work
i) To analyse an R.C. building frame using staad.pro Software setup.
ii) To analyze the storey drift pattern in various types of frames.
iii) To find out the configuration which has least lateral displacement and
storey drift i.e. best location of shear walls with shapes in a building
for earthquake prone area.
iv) To study the results of base shear, storey drift, nodal displacement,
maximum reaction for seven different models.
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Table 1.Structural properties of building
Figure 1. Floor plan of the building
2. LITERATURE REVIEW
A literature review is carried out to define the objectives of the paper. The literature
review is discussed briefly summarized as follows:
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Sanisha Santhosh et. al.(2017) studied on the improvement shape of shear walls in
symmetrical high rise building. The multi storey with G+14 and G+29 storey’s are
analyzed for its storey drift and base shear using ETABS software. For the analysis of the
building for seismic loading with two different Zones (Zone- III & Zone-V) is considered
Vijit Sahu et. al.(2018) explained the main focus is to determine the solution for shear
wall location in multistory building. A study has been carried out to determine the
strength of RC shear wall of a multistoried building with different arrangements, with or
without central cross shear wall. Six different cases of shear wall position for a 5 storey
building have been analyzed.
Mindala Rohini et. al.(2019) Studied An earthquake occurs in the form of seismic waves
due to sudden release of energy and results in ground shaking. the analysis is carried out
for seismic response of (G+15) residential building for zone-III and Zone-V regions
through response spectrum method and time history method in ETABS. The parameters
like storey displacement, storey drift and storey shear are observed for specified zones.
Ashish Raghuwanshi et. al.(2020) coupled shear wall in combination with steel x
bracing provided in bare frame at an outer portion of the building with R.C.C beam and
the slab and this frame is analyzed and compared with bare frame. For present research
analysis a regular 13 storey RCC frame having square plan of size 25 m × 25 m which is
located in seismic zone V is considered. For the analysis of structure STAAD.Pro
software is used and the Seismic zone consideration is as per IS 1893(Part 1): 2002.
3. METHODOLOGY
The 11-storeyed building frames consists of beams, columns, slabs and shear wall are
modeled for analysis using software Staadpro v8i. Four separate models were investigated
of various shear wall placements in order to determine parameters such as storey drift and
displacement in order to determine the best shear wall location in buildings. In this project
4 types of structures in which shear walls at different locations are taken for comparison
Type 2 and 4 are the structures without central cross shear wall and type 2 are the
structures in which central cross shear walls are provided at the center.
Figure 2.structure without shear wall
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Figure 3.Shear Wall at corners
Figure 4.Shear wall in middle
Figure 5.shear wall along periphery
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3.1 Result and discussion
3.1.1 Lateral displacement
Among all the load combination, the load combination of 1.5DL+1.5EQ is found to be the
most critical combination in both X and Y directions for all the models. So all the results
are for load combination of 1.5DL+1.5EQ, where DL= Dead load including floor finish
load and wall load, and EQ= Earthquake load in corresponding direction.
Obtained results have been presented in form of graphs, indicating the trends and pattern
of variables such as lateral displacement, storey drift.
Figure 6.Lateral displacement along X-direction Figure 7.Lateral displacement along (Equivalent static method) Y- direction (Equivalent static method)
Figure 8.Lateral displacement along X-direction Figure 9.Lateral displacement along (Response spectrum method) Y direction (Response spectrum method)
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3.1.2 Storey drift
In case of drift, as the height of the building increases, the drift also increases up to a
certain height and after that it decreases. From the graph it is observed that the maximum
value of storey drift is for the structure type 4 which is shear wall along periphery and the
minimum value is for the model type 1 which is shear wall not provide (base model).
Figure 10.Storey drifts along X-direction Figure 11.Storey drifts along Y-direction (Equivalent static method) (Equivalent static method)
3.1.3 Maximum nodal displacement due to earthquake load
The reaction at supports implies that the rigidness of support and to ensure that the
capability of a column to transfer the load without settlement of support. From the Figures
it has been observed that maximum nodal reaction for M1 (Base model) which is structure
without shear wall is minimum And nodal reaction is maximum for M4 model which is
shear wall along periphery.
Figure 12.NODAL SUPPORT REACTION Figure 13.NODAL SUPPORT REACTION (Shear wall at Corner) (Shear wall at middle)
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Figure 14.NODAL SUPPORT REACTION (Shear wall along Periphery)
3.1.4 Base shear
Base shear is an estimate of the maximum expected lateral force that will occur due to
seismic ground motion at the base of the structure. Base shear and mass participation
factors in percent for both the buildings at plain and slope are shown below. The total
design lateral force or design seismic base shear Vb along any principal direction is
determined by the STAAD. Participation factor Sum-X on 50th mode is calculated to be
93.21 for building at plain. Seismic weight has been achieved using the first three mode
shapes. As per clause 7.8.4.2 in IS 1893, the number of modes to be used in the analysis
should be such that the sum of total of modal masses of all modes considered as 90% of
total seismic mass. The summation has come to be about 90% in STAAD Pro V8i, hence
we can conclude that clause 7.8.4.2 has been satisfied.
Table 2.Value of base shear for all types of structure
Figure 15.base shear of structure with shear wall
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4. CONCLUSIONS
The key goal of this project was to investigate the impact of shear walls at various
locations within a multistory structure. Storey drift, base shear, maximum nodal
displacement, and maximum nodal reaction were the reference parameters.
Among all the load combination, the load combination of 1.5DL+1.5EQ is found to be the
most critical combination in both X and Y direction for all the models. In both equivalent
static and response spectrum analysis it has been found that model having shear walls at
the corner of the building (L Shape) in shows the least lateral displacement and M2(L
Shape) and M3(+ Shape) shows the least storey drift in X and Z direction but model
having shear walls at the along periphery of the building in (rectangular shape) shows
lesser lateral displacement and storey drift in both X and Z directions as compared to
other models. The reaction at supports refers to the rigidity of the pillar and the capacity of a column to
move weight without support settlement. Model type 4 (Shear wall around periphery) has
the greatest nodal reaction. Shear walls become inefficient when a building reaches 80
percent height, according to this report.
In column force, maximum axial force is calculated and it is observed that maximum load
is in base columns because it resist complete load of residential building.
Maximum bending moment and maximum shear force are measured in beam forces, and
it is discovered that the ground floor is more effective due to close interaction with the
earth and base. In contrast to long Beams, the Torsion effect is observed to be greater in
short Beams. The displacement of the lower components of a structure on plain land is less
than the displacement of beams 51, 46, and 41.
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